\begin{table}%t4
\caption{Period fit for the optimal model. We list the mode identification of the observed periods together with the theoretical periods, the stability coefficient $\sigma_I$, the kinetic energy $\log{E}$ and the rotation coefficient $C_{kl}$. Also indicated are the relative dispersion of the period fit and the amplitude rank of the observed periodicity.}
\label{periodfit}
%\begin{center}
\par
{\small \begin{tabular}{c c c c c c c c c}\hline\hline
{}&{}&{$P_{\rm obs}$}&{$P_{\rm th}$}&{$\sigma_{I}$}&{log
\textit{E}}&{$C_{kl}$}&{$\Delta P/P$}&{Comments}\\
{$l$}&{$k$}&{(s)}&{(s)}&{(rad/s)}&{(erg)}& {} &(\%)&{}\\
\hline 
0&3&...&112.010&$-1.070\times
10^{-5}$&40.781&...&...&\\
0&2&...&128.259&$-1.233\times
10^{-5}$&40.751&...&...&\\
0&1&155.767&155.053&$-1.048\times
10^{-6}$&41.651&...&$+0.4585$&$\sharp$1\\
0&0&165.687&164.995&$-7.363\times
10^{-7}$&41.741&...&$+0.4175$&$\sharp$2\\
%&&&&&&&&\\
1&4&...&108.498&$-1.404\times
10^{-5}$&40.632&0.01728&...&\\
1&3&...&127.004&$-1.357\times
10^{-5}$&40.710&0.01367&...&\\
1&2&149.027&149.644&$-9.475\times
10^{-7}$&41.720&0.03214&$-0.4140$&$\sharp$7\\
1&1&...&163.618&$-1.080\times
10^{-6}$&41.588&0.01923&...&\\
% &&&&&&&&\\
 2&4&...&103.956&$-2.518\times
10^{-5}$&40.323&0.02767&...&\\
2&3&...&124.148&$-1.408\times
10^{-5}$&40.690&0.03422&...&\\
2&2&...&138.108&$-2.249\times
10^{-6}$&41.409&0.08731&...&\\
2&1&161.554&161.986&$-1.390\times
10^{-6}$&41.487&0.02621&$-0.2673$&$\sharp$3\\
2&0&192.551&192.519&$-8.212\times
10^{-10}$&44.354&0.36050&$+0.0168$&$\sharp$4\\
%&&&&&&&&\\
3&4&...&100.866&$-3.466\times
10^{-5}$&40.130&0.02603&...&\\
3&3&...&118.293&$-1.096\times
10^{-5}$&40.785&0.07479&...&\\
3&2&...&130.678&$-7.973\times
10^{-6}$&40.913&0.05462&...&\\
3&1&...&160.138&$-1.538\times
10^{-6}$&41.445&0.04046&...&\\
3&0&...&174.449&$-3.289\times
10^{-8}$&42.952&0.17867&...&\\
%&&&&&&&&\\
4&3&...&112.770&$-1.088\times
10^{-5}$&40.767&0.06969&...&\\
4&2&...&128.086&$-1.149\times
10^{-5}$&40.764&0.03321&...&\\
4&1&157.581&157.851&$-1.542\times
10^{-6}$&41.444&0.05935&$-0.1715$&$\sharp$5\\
4&0&168.784&168.916&$-1.644\times
10^{-7}$&42.302&0.11349&$-0.0780$&$\sharp$6\\
4&1&...&238.583&$-3.504\times10^{-12}$&46.073&$-0.01391$&...&\\
 \hline
\end{tabular}}
%\end{center}
\par
\end{table}